The aim of this short paper is to illustrate with a simplified example the role of some properties of the solutions of Dirichlet problems in the proof of a global property of random fields involved in the perturbation method used for constructing non-Gaussian probability measures which are Markovian, invariant under the Euclidean group, and defined on the space of distributions.
Elliptic operators and gaussian processes / Gallavotti, Giovanni. - STAMPA. - 307(1980), pp. 349-360.
Elliptic operators and gaussian processes
GALLAVOTTI, Giovanni
1980
Abstract
The aim of this short paper is to illustrate with a simplified example the role of some properties of the solutions of Dirichlet problems in the proof of a global property of random fields involved in the perturbation method used for constructing non-Gaussian probability measures which are Markovian, invariant under the Euclidean group, and defined on the space of distributions.File allegati a questo prodotto
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